J. Cobb remarked
that
Cantor sets that raise dimension under all projections
and those that do not are both dense in the Cantor sets in \(\mathbb {R}^n\)  [1]}.
In a forthcoming paper, we show that
all projections of a typical
(in the sense of Baire category)
Cantor set are Cantor sets,
partially
answering another question of Cobb.
